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Alternative Analytically Calculation Procedure of Two-Center Kinetic Energy Integral in Molecular Coordinate System

机译:分子坐标系中双中心动能积分的替代分析计算过程

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By using the Lowdin- α function method, we have analytically calculated the two-center kinetic energy integrals over Slater type orbitals (STOs). The two-center kinetic energy integrals are presented in terms of the two-center overlap integrals. A new approach is applicable to accurate calculations of two-center kinetic energy integral over STOs for arbitrary values of scaling parameters and interatomic distances. Obtained results show that the proposed method is easy to apply to the real systems, and has better calculation CPU time with compared to the existing approximations.
机译:通过使用Lowdin-α功能方法,我们已经在分析上计算了双中心动能的积分,在斯特拉特型轨道上(STO)。双中心动能积分在双中心重叠积分方面呈现。一种新方法适用于精确计算两中心动能,对于缩放参数和内部距离的任意值。获得的结果表明,与现有的近似相比,该方法易于应用于真实系统,并具有更好的计算CPU时间。

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